%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ABB2 - District-Northland-Tamaki-Makaurau-21.07.2021
2021-07-21T16:36:12+12:00
2021-07-21T16:36:12+12:00
2021-07-21T16:36:12+12:00
Adobe Illustrator 25.3 (Macintosh)
256
180
JPEG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uuid:9dfbabf5-19e2-f444-b8c0-95041bc24553
xmp.did:9dad30e8-c0b3-440e-ab09-69058bd83d65
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ac8e2409-d6f6-41bb-a3e8-f8211106cbc3
xmp.did:ac8e2409-d6f6-41bb-a3e8-f8211106cbc3
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:ac8e2409-d6f6-41bb-a3e8-f8211106cbc3
2021-07-21T16:35:28+12:00
Adobe Illustrator 25.3 (Macintosh)
/
saved
xmp.iid:9dad30e8-c0b3-440e-ab09-69058bd83d65
2021-07-21T16:36:09+12:00
Adobe Illustrator 25.3 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
297.000024
209.999994
Millimeters
Metric-Regular
Metric
Regular
Open Type
Version 1.001;PS 001.001;hotconv 1.0.57;makeotf.lib2.0.21895
False
Metric-Regular.otf
Metric-RegularItalic
Metric
Regular Italic
Open Type
Version 1.001;PS 001.001;hotconv 1.0.57;makeotf.lib2.0.21895
False
Metric-RegularItalic.otf
Metric-Semibold
Metric
Semibold
Open Type
Version 1.001;PS 001.001;hotconv 1.0.57;makeotf.lib2.0.21895
False
Metric-Semibold.otf
Metric-SemiboldItalic
Metric
Semibold Italic
Open Type
Version 1.001;PS 001.001;hotconv 1.0.57;makeotf.lib2.0.21895
False
Metric-SemiboldItalic.otf
Metric-BoldItalic
Metric
Bold Italic
Open Type
Version 1.001;PS 001.001;hotconv 1.0.57;makeotf.lib2.0.21895
False
Metric-BoldItalic.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
C=100 M=86 Y=10 K=60
PROCESS
100.000000
CMYK
100.000000
95.877010
38.437474
42.630655
C=0 M=100 Y=80 K=0
PROCESS
100.000000
CMYK
0.668345
99.212629
79.110396
0.048829
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
13 0 obj
<>stream
H|Wˮ,
W:+(m YE> N aUz%*˟v]sGgt<럏/KG7o۞V*l~oӧR{ص3VZe{FѮs^sK}{{=sog|5523XVr]oßc!SϱE*5O岨?.]*)Q6KsuЏ!OJxZ0:/VQ+v(i~sgĪP9ZZٱg/A,)j`=qp`ˬ
ZmʖlρhLe20NM~,)ɑ+GϽ ŀ3*ɠNB/Y46=Qu|NkS?#NTD Jgw.ϟPE+*[Yra4ưn*Dpc3#j 菱}
:wŅޫ^WUzwQu93y#+g*{!k"oYVHhDESZ(g'&ׂ^ 6$ L*++
-'wkDەezGbu$W^!<5E;{Ҿ ~b퓐6
|n (R+hc&GW%.WOzRgyFrzT.cTM@z\kJIB/ٱq0d wHQޑKLM=QW]Rl,j6»(Uei
ngD*6+j*FAsd_A+cWOJH8W&BB
§n3c8*!tŤ0 C,DmC 7)FP1nEv%l8rDs]3(RK\ZkG-ZiIt|CѓF!/aEa^O[S%Zop.,AЄ?)
8@FP]._O57X xyﶢ!Q;9#9IR}g
?MA0KXoBY7ƬV}"2U٥kv
ᓀY42Uy$@g,5),]3agV
U^:d2e-21,D9cy5eJu\
ҳ5oN3mJrTHsP6
:+z)WJ6z"RQ];-k%A H7R5&SqfԢ1!Xv&0!W!:Ŧʝ
8(
Y"O}(p>%Yhk
NAa"͡@A!h]2HSDޔ8M\3#Ml'Oњklx'MLmxoЌ52+9yy$/$:l3wؾw y]G`)7jR5rsK3O/ތwɅ~~J˩bU-dؘ*kQf7W(I)p{σLA8=N Do2F1f~<}>D' j̦{hsڨy ѩ'8d4DU4ܑ'XMh*Q+qɃ]6oR8ygƮO^Cay+\>a9J]%Zl~Nrd! ilD |FlqɑWvCfO9m2'GC7S$a
R8n;dW6nF
h,;eb\Qx\g|YIy&-79ΦC}N3.qiC)giH:DR#TCv|2LAR䲛yʧV3
Bf KIt&5h
c1y:b1'F!ԗf2mb_:cˁ|8U?"f76rK3p;G1
JtQ쌅S֩Z8aew<֥}Ƭ}rķo=l&g8"Gڽ,ס N
W}uRw)
][ɞ8yUPU VXR[!Zv:**Ib